What is the answer to sqrt(7^2+h^2)*7=169 ?

The answer to sqrt(7^2+h^2)*7=169 is h=(4sqrt(1635))/7 ,h=-(4sqrt(1635))/7

Solve for h: sqrt(7^2+h^2)*7=169

The solution is h=(4sqrt(1635))/7 ,h=-(4sqrt(1635))/7

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7^{2} + h^{2} \cdot 7 = 169

h = \frac{4 1635}{7}, h = - \frac{4 1635}{7}

Decimal Notation

h = 23.10579 \dots, h = - 23.10579 \dots

Solution steps

7^{2} + h^{2} \cdot 7 = 169

Divide both sides by

7

7^{2} + h^{2} = \frac{169}{7}

Square both sides:

49 + h^{2} = \frac{28561}{49}

49 + h^{2} = \frac{28561}{49}

Solve

49 + h^{2} = \frac{28561}{49} : h = \frac{4 1635}{7}, h = - \frac{4 1635}{7}

h = \frac{4 1635}{7}, h = - \frac{4 1635}{7}

Verify Solutions:

h = \frac{4 1635}{7}

True

, h = - \frac{4 1635}{7}

True

The solutions are

h = \frac{4 1635}{7}, h = - \frac{4 1635}{7}

x, y = 1 - x

0.2 N + 0.006 N^{1.6} = 40

0 = 64 + \frac{C}{9}

44 - 5 u = u - 4

What is the answer to sqrt(7^2+h^2)*7=169 ?
The answer to sqrt(7^2+h^2)*7=169 is h=(4sqrt(1635))/7 ,h=-(4sqrt(1635))/7
Solve for h: sqrt(7^2+h^2)*7=169
The solution is h=(4sqrt(1635))/7 ,h=-(4sqrt(1635))/7